Kirjava
Colourful
eh.
I spend a lot of time doing other methods anyway. I'm worse than this with some of them
I spend a lot of time doing other methods anyway. I'm worse than this with some of them
making the first edge pair and storing it in the D layer, solving the corners without breaking up the pair, inserting the first pair, then solving like normal for the rest.
An interesting theory that should significantly improve times: making the first edge pair and storing it in the D layer, solving the corners without breaking up the pair, inserting the first pair, then solving like normal for the rest. This allows us to maximize utilization of inspection time and therefore speed up look-ahead and execution for the entirety of the solve.
Doing the pseudo cross (no center, and unphased axis ) is really quite easy, and after corners the rest of the solve is really a piece of cake.Has anyone tried out fried rice? It should ease look-ahead for the edge pairs.
This doesn't really partain to this method, but I thought I'd post it here. Could any waterman users tell me if it would be just as good a speedsolving method to solve the corners and then the bottom 4 edges (then proceed as in standard waterman) as it would be do do waterman. I think it could be because all of the corners can be planned out during inspection.
Well, the inspection is the best of any 3x3x3 methods out there. EG is solving all 8 corners with inspection. I think this could help make up for some of the slack in recognition.